Oliver C. Kiersnowski1, Patrick Fuchs1, Stephen J. Wastling2,3, John S. Thornton2,3, and Karin Shmueli1
1Department of Medical Physics & Biomedical Engineering, University College London, London, United Kingdom, 2UCL Queen Square Institute of Neurology, University College London, London, United Kingdom, 3Lysholm Department of Neuroradiology, National Hospital for Neurology and Neurosurgery, London, United Kingdom
Synopsis
Simultaneous
multi-slice (SMS) acquisition is increasingly used to accelerate echo planar
imaging (EPI). EPI acquisitions have been used for quantitative susceptibility
mapping (QSM) but, to utilise SMS, an investigation into the effect of SMS on
EPI-QSM accuracy is necessary. Here, we show that SMS has no significant effect on magnetic
susceptibility maps and values, and can, therefore, provide accurate QSM within
a short TR. We also show, for the first time, that multi-echo phase images can
be acquired using an EPI sequence (highly) accelerated using SMS and parallel
imaging, leading to more accurate QSM reconstruction compared to standard
single-echo EPI.
Introduction
Echo-planar imaging (EPI) has been used to acquire data for quantitative susceptibility mapping (QSM)1–3 in good agreement with conventional 3D GRE sequences4. Simultaneous multi-slice (SMS)5–7 acquisition is increasingly used for acceleration in EPI applications such as functional MRI (fMRI)8,9 but not for QSM, although SMS has been used for QSM in 2D GRE sequences10. The effect of SMS on EPI-QSM accuracy has not been investigated. Furthermore, although multi-echo GRE acquisition has been shown to be more accurate than single-echo for QSM11 and fMRI12,13 no studies have been published using multi-echo EPI for QSM.
Therefore, we compared the effect of SMS with different multiband (MB) acceleration factors on the accuracy of QSM acquired using multi-echo EPI.Methods
Acquisition:
EPI brain images of a healthy volunteer were acquired on a 3T Siemens Prisma MR System using a 64-channel head coil and a multi-band EPI sequence14 at 2mm isotropic resolution with five echoes; matrix size = 120×120×96; 6/8 partial Fourier; BW=1984 Hz/Px; FA=90°; fat saturation; transverse orientation; interleaved slice acquisition and SENSE coil combination15. We compared MB factors of 1 (no acceleration), 2, 3 and 4 with GRAPPA (R) factors 2 and 4 in the first PE direction, and acquired five volumes per sequence. TEs and sequence-specific parameters are shown in Figure 1. To reduce slice-leakage artefacts, LeakBlock kernel optimisation was used16. Unaliasing of slices was carried out with blipped-CAIPI17.
A T1-weighted structural image for ROI segmentation was acquired using a whole-brain MPRAGE sequence with 1mm isotropic resolution; TR/TE=2000/2.05 ms; matrix size = 256×240×256; R=2; FA=8°.
QSM
Pipeline:
For each
volume, total field maps and noise maps were obtained from a weighted
non-linear fit18,19 of the complex data over echoes. The
number of echoes (3-5) for the multi-echo fit was optimised by comparing susceptibility
maps for each number. To compare multi-echo v. single-echo EPI-QSM, the
following pipeline was also applied to scaled single-echo phase images. Brain
masks were calculated using BET19,20 on the magnitude images (first echo
for multi-echo), and eroded by three voxels (only for the first echo for
single-echo). The masks were multiplied with a (mean-thresholded) inverse noise map from
the nonlinear fit to remove noisy voxels in the outer
four layers. Residual phase wraps were removed using Laplacian unwrapping19,21, background fields in each slice were
removed using 2D V-SHARP22,23 (kernel radius 20mm), and through-slice
harmonic background fields were removed using projection onto dipole fields
(PDF)19,24. Susceptibility ($$$\chi$$$) was calculated using iterative fitting with Tikhonov
regularisation25 ($$$\alpha=0.006$$$).
Analysis:
All first-echo
magnitude images were rigidly registered to the first-echo magnitude image of
the reference volume (MB=1, R=2) using
NiftyReg26. Susceptibility maps were then registered
into the same space using the resulting transformation matrices. Eight regions
of interest (ROIs) in the deep gray matter (Fig. 4) were obtained by segmenting
the T1-weighted image using GIF27–29, and were then non-rigidly
registered to the first-echo magnitude image of the reference volume.
For each
sequence and TE, temporal signal-to-noise ratio (tSNR) maps were calculated as
the mean voxel values over the standard deviation of the magnitude images over the five
volumes. ROI mean $$$\chi$$$ values were
compared in multi-echo susceptibility maps (TE1 to 3, for R=2 and TE1
to 5, for R=4), averaged over the five volumes. Kruskal-Wallis tests were
carried out to investigate statistically significant differences in
(non-normally distributed) ROI mean values. The post-hoc Dunn’s test30 was used to identify whether $$$\chi$$$ values for
specific MB factors differed significantly from the reference. Bland-Altman
plots were used to investigate whether MB acceleration introduced any systematic
$$$\chi$$$ bias.Results
As
observed previously, higher GRAPPA factors allow the acquisition of more echoes
in a shorter time with an associated tSNR cost but MB factors do not reduce tSNR17 (Figure 2).
The
optimal number of echoes for multi-echo reconstruction was three for R=2 and
five for R=4. Similar to 3D-GRE11, multi-echo QSM was found to be
more accurate than single-echo QSM with 2D-EPI (Figure 3).
There were
no consistent structural differences between susceptibility maps acquired with
different MB factors (Figure 4). Overall, for different MB factors, ROI mean susceptibility
values were not significantly different (Figures 5a, 5b) and no bias was observed
between prescribed limits of agreement of 0.01 ppm11 (Figures 5c, 5d). Discussion and Conclusion
Although it
is well known that MB acceleration reduces TR in EPI without reducing the tSNR,
we even observed increased tSNR near the brain edges (e.g., Figure 2, MB = 3),
probably due to synergistic interaction between the RF coil arrangement and
certain MB factors.
As well as
reducing distortion and drop-out, higher GRAPPA acceleration factors allow
acquisition of more TEs within the same TR, which improved multi-echo QSM
reconstruction, as shown by the increased $$$\chi$$$ values in the
globus pallidus at R=4 v. R=2 (Figures 4 and 5 b v. a). MB acceleration did not
introduce any systematic bias or significantly affect susceptibility estimates,
therefore, EPI with SMS acceleration can be used to provide accurate QSM.
As for QSM
with 3D-GRE11, we have shown that multi-echo QSM
with EPI, with GRAPPA and SMS acceleration, is more accurate than single-echo QSM.
EPI with SMS acceleration can be used to provide accurate QSM within a short TR.Acknowledgements
Oliver Kiersnowski’s
work was supported by the EPSRC-funded UCL Centre for Doctoral Training in
Intelligent, Integrated Imaging in Healthcare (i4health) (EP/S021930/1). John
Thornton received support from the National Institute for Health Research
University College London Hospitals Biomedical Research Centre. Karin Shmueli and
Patrick Fuchs were supported by European Research Council Consolidator Grant
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